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Level 1 - Calculus
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Limits
Derivatives
Applications
Integrals
Applications
Series
Several Variables
Differential Equations
First-Order Differential Equations
Second-Order Differential Equations
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Separation Of Variables
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Questions
Question 1
*
Solve \(dy/dx=2x\).
Question 2
**
Solve \(dy/dx=xy\).
Question 3
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Solve \(dy/dx=y^2\).
Question 4
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Solve the initial value problem \(dy/dx=3y\), \(y(0)=4\).
Question 5
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Solve \(dy/dx=x(1+y^2)\).
Question 6
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Solve \(dy/dx=(x^2)/(y)\), assuming \(y\ne0\).
Question 7
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Solve \(dy/dx=e^x e^{-y}\).
Question 8
****
Solve the logistic equation \(dy/dt=y(1-y)\) for \(0<y<1\).
Question 9
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Solve \(dy/dx=\frac{x+1}{y+2}\), assuming \(y\ne-2\).
Question 10
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Solve the initial value problem \(dy/dx=x/y\), \(y(0)=2\), assuming \(y>0\).